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Continuous fractions algorithm
  Rank: Advanced Member Groups: Registered
Joined: 14/10/2015(UTC)
Posts: 308
Was thanked: 77 time(s) in 58 post(s)
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Hello This is an algorithm that converts some functions to continuous fractions. The result is compared with that obtained by the CONFRAC function of MAPLE. Commentary: For the ASIN, ACOS and ATAN functions, applying the CONFRAC function of MAPLE in SmathStudio 7666 gives the result of "Empty stack"   Continuous_Fraction_algorith_SS6179_1.sm (78kb) downloaded 22 time(s). Continuous_Fraction_algorith_SS7666.sm (81kb) downloaded 17 time(s).HAPPY NEW YEAR 2021 Best Regards Carlos
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 Rank: Guest
Groups: Registered
Joined: 04/07/2015(UTC) Posts: 6,866  Was thanked: 981 time(s) in 809 post(s)
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Originally Posted by: CBG  For the ASIN, ACOS and ATAN functions, applying the CONFRAC function of MAPLE
in SmathStudio 7666 gives the result of "Empty stack" Thanks Carlos for the 6179, saved, works fine, slow in my laptop. Maybe Viacheslav will doctor maple 7666. Thiele continued fraction is pure fascination, simply ! Your module [K, Table] is my companion, doing so well. The reduction to J_frac is manual only, but simple. After all, maths is work ... associative work. Take care Carlos ... Jean Thiele Unsolved J_Frac Expansion.sm (64kb) downloaded 17 time(s).
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Continuous fractions algorithm
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